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Safe Flight Envelope Uncertainty Quantification using Probabilistic Reachability Analysis

机译:安全飞行信封使用概率可达性分析不确定性定量

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摘要

Loss of Control is the primary contributor to aviation fatalities. To prevent this type of accident, flight envelope protection is considered to be a necessary development. The calculation of the Safe Flight Envelope provides a bound on the states that can safely be approached by the aircraft. Although theoretically accurate, some states may not be reachable under the influence of disturbances (e.g. turbulence). In this paper a stochastic extension to the reachability analysis is applied to a simplified aircraft model. The probabilistic reachability analysis yields the transition probability from a state to the target set. By comparing the deterministic and probabilistic Safe Flight Envelope, it becomes clear that the Safe Flight Envelope can shrink considerably under the influence of turbulence. It is shown that for a 3σ (99.7 %) confidence interval, the envelope can shrink by as much as 50.8% compared to the deterministic envelope. Furthermore, it is found that for high roll angles, some parts of the deterministic envelope have a 0 % transition probability under the influence of turbulence, further emphasizing the importance of probabilistic envelopes.
机译:控制丧失是航空死亡的主要贡献者。为防止这种类型的事故,飞行信封保护被认为是必要的发展。安全飞行信封的计算为飞机安全地接近的状态提供了界定的界限。虽然理论上准确,但是在扰动的影响下可能无法达到一些状态(例如湍流)。在本文中,可随访分析的随机延伸应用于简化的飞机模型。概率可达性分析产生从状态到目标集的过渡概率。通过比较确定性和概率的安全飞行信封,很明显,安全飞行包络在湍流的影响下可能会缩小。结果表明,对于3σ(99.7%)置信区间,与确定性包络相比,信封可以通过多达50.8%缩小。此外,发现对于高辊角,确定性包络的某些部分在湍流的影响下具有0%的过渡概率,进一步强调了概率包络的重要性。

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